My current research interests are in the following nonlinear dynamical systems:

**Hamiltonian Chaos**: I am interested in gaining insights into the nature and the significance of chaos in autonomous nonintegrable Hamiltonian systems with very few degrees of freedom, e.g., swinging spring pendulum; and subsequently, my goal is to understand the meaning and implications of quantization of such systems.**Synchronization of Chaotic Systems**: I try to understand how and when coupled chaotic oscillators can be made to synchronize.**Evolutionary Games**: My main motivation is to figure out the effect of chaos in the evolutionary games modeled as dynamical systems.**Turbulent Rotating Fluids**: I want to understand why rotation makes many statistical features of homogeneous isotropic three-dimensional turbulence mimic that of the two-dimensional turbulence.